JOURNAL ARTICLE
Convergence of a Class of Cubic Interpolatory Splines
Year: 1981 Journal: Proceedings of the American Mathematical Society Vol: 82 (3)Pages: 411-411 Publisher: American Mathematical Society
Abstract
The interpolation problem of matching a cubic spline at one intermediate point and cubic spline with multiple knots at two intermediate points between the successive knots are studied when the interpolatory points are not necessarily equispaced.
Keywords:
Convergence (economics) Class (philosophy) Applied mathematics Mathematics Monotone cubic interpolation Computer science Spline interpolation Statistics Bicubic interpolation Artificial intelligence Economics
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Topics
Advanced Numerical Analysis Techniques
Physical Sciences → Engineering → Computational Mechanics
Advanced Numerical Methods in Computational Mathematics
Physical Sciences → Engineering → Computational Mechanics
Advanced Mathematical Modeling in Engineering
Physical Sciences → Computer Science → Computational Theory and Mathematics
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